Finite Math Examples

$g (x) = 10.383 + (3.15) (\ln (3))$

Step 1

Simplify $(3.15) (\ln (3))$ by moving $3.15$ inside the logarithm.

$g (x) = 10.383 + \ln (3^{3.15})$

Step 2

Raise $3$ to the power of $3.15$ .

$g (x) = 10.383 + \ln (31.83698643)$

Step 3

Add $10.383$ and $\ln (31.83698643)$ .

$g (x) = 13.8436287$